Calculation of residual stresses in electrodeposited spheres : [full text in Russian]
1962
The polar-symmetric problem of thermoelasticity for a multilayer sphere is solved. Using this solution and based on the analogy between a libre thermal strain in an elastic body and a libre eigenstrain in a galvanic coating, the problem of determination of residual stresses (eigenstresses) in a multilayer galvanically grown sphere is solved. The compatibility problem of the solution is considered. As an example, residual stresses are determined for a coating on a thin-walled spherical substrate (application of equations (38) and (51) which modify the Mills method [7]).
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其它主题
Residual stresses; Articles; Compatilibity problem; Thin-walled substrate; Galvanically grown sphere; Modified mills method; Analogy between thermal strain and eigenstrain; Multilayer sphere; Polar-symmetric problem of thermoelasticity
许可
http://creativecommons.org/licenses/by/4.0/, Creative Commons Attribution 4.0 International (CC BY 4.0), info:eu-repo/semantics/openAccess
类型
Info:eu-Repo/semantics/article
2025-01-28
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